Interestingly these phenomena have gained renewed interest over the last two decades, in particular thanks to the development of microfluidic technologies which allow for an exquisite control of the physical conditions of the experiments, electric fields or concentration gradients. However, in contrast to electrophoresis, diffusiophoresis has been much less investigated since the pioneering work of Anderson and Prieve. Its amazing consequences in a broad variety of fields have only started to emerge, see [1]} for a review and  [2]}, [3]}, [4]}, [5]}, [6]}, [7]} as a few examples of applications.
The diffusiophoretic velocity of a particle under a (dilute) solute gradient writes
\(\mathbf {v}_{DP} = \mu _{DP} \times (-k_BT\mathbf {\nabla } c_\infty )\) 
